Question

im sorry im bothering you so much after this last week of summer school you wont hear from me again

Answer 1

@Jadeishere

Answer 2

No, it's fine :)

Answer 3

it just seems like im waisting peoples time lately and everyone would be happier if i was gone anyway heres the question

Answer 4

No one would be happier, trust me. You're not wasting my time, you're helping me use it wisely.
Factor it out >.<
What is something that adds to -6 and multiplies to +9
-3.
(x-3)^2

Answer 5

so a?

Answer 6

@Jadeishere

Answer 7

Yesh

Answer 8

@mayankdevnani
Super sorry but I'm helping a few other people with really in-depth topics right now, could you try to help this user Mayank? :/ I'll come back when I can

Answer 9

what do you think dude?

Answer 10

no idea how do you do it?

Answer 11

\[\large \bf (a+b)^2=a^2+b^2+2ab\]
\[\large \bf (a-b)^2=a^2+b^2-2ab\]

Answer 12

remember ^^^

Answer 13

oh gosh

Answer 14

it is simple not much hard to remember

Answer 15

can you compare your equation with any one of these two equations?

Answer 16

b or d?

Answer 17

well you're close but not d

Answer 18

so b

Answer 19

well there is a positive sign between them ,and we expand them we didn't get any negative sign in expansion

Answer 20

right?

Answer 21

right

Answer 22

good so we can eliminate option B and D

Answer 23

right?

Answer 24

right

Answer 25

c?

Answer 26

nuu

Answer 27

LOL

Answer 28

lol well theres my answer

Answer 29

lmaoo

Answer 30

it's cheating XD

Answer 31

the only one i thought it wasnt XD

Answer 32

XD

Answer 33

\[\large \bf (x-3)^2=x^2+(3)^2-2(x)(3)\]

Answer 34

this would lead us to option A

Answer 35

what you think?

Answer 36

a

Answer 37

oml

Answer 38

you're correct mate

Answer 39

good job

Answer 40

@mayankdevnani

Answer 41

your ideas ?

Answer 42

c lol

Answer 43

*standing ovation*

Answer 44

correct dude

Answer 45

@mayankdevnani i didnt press post ... smh

Answer 46

last queestion cmon bro @mayankdevnani

Answer 47

your ideas ?

Answer 48

c

Answer 49

correct

Answer 50

@TheSmartOne

Answer 51

@silverspeedfighter

Answer 52

One post per question :P

Answer 53

@A_Burning_Masquerade

Answer 54

prime factorization of 120

keep dividing it by primes

start with 2, until you can't divide it by 2 anymore
then see if it's divisible by 3, then 5, and the next primes until all you're left with are prime numbers